On the $\kappa$-$\mu$/Gamma Generalized Multipath/ Shadowing Fading Distribution
Paschalis C. Sofotasios, Steven Freear

TL;DR
This paper introduces a new composite fading distribution combining multipath and shadowing effects, providing flexible models that fit real-world data and include several known models as special cases.
Contribution
It formulates and derives the $ppa$-$mu$/gamma distribution, a novel composite fading model with simple analytic expressions for performance analysis.
Findings
Includes special cases like Rice/gamma, Nakagami-m/gamma, Rayleigh/gamma.
Provides accurate modeling of multipath and shadowing effects.
Derives simple algebraic expressions for envelope and power PDFs.
Abstract
This work is devoted to the formulation and derivation of the /gamma distribution which corresponds to A physical fading model. This distribution is composite and is based on the well known generalized multipath model and the gamma shadowing model. A special case of the derived model constitutes the Extreme/gamma model which accounts for severe multipath and shadowing effects. These models provide accurate characterisation of the simultaneous occurrence of multipath fading and shadowing effects. This is achieved thanks to the remarkable flexibility of their named parameters which render them capable of providing good fittings to experimental data associated with realistic communication scenarios. This is additionally justified by the fact that they include as special cases the widely known composite fading models such as Rice/gamma, Nakagami-m/gamma…
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Taxonomy
TopicsAdvanced Wireless Communication Techniques · Wireless Communication Networks Research · Advanced MIMO Systems Optimization
